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Box-and-whisker plot

A box-and-whisker plot is a statistical graphic that summarizes a numerical distribution using quartiles, a median, and whiskers or markers indicating spread and potential outliers.

How 6 Manning books explain it

Statistics Slam Dunk

A boxplot summarizes the distribution of a numeric variable using quartiles, a median, whiskers, and potential outliers.

How it is used
Compares numeric distributions across NBA groups, seasons, and categories while highlighting spread, medians, means, and outliers.
How deep it goes
Defines the IQR, median, whiskers, and outliers, then develops grouped, notched, paired, and mean-annotated ggplot2 implementations.
Examples
Uses career win shares, free-agent salaries and positions, player deflections, home-road fouls, Gini coefficients, and standardized NBA wins.
What you can do after
Apply it via ggplot2 to plot grouped distributions, add mean markers, and prepare paired measures with pivot_longer().

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Pandas Workout: 200 exercises to make you a stronger data analyst

A boxplot, or box-and-whisker plot, graphically summarizes a numeric distribution using quartiles, a median, whiskers, and possible outliers.

How it is used
Summarizes numeric distributions and compares them across categories such as cities, months, and states.
How deep it goes
Defines box components and pandas outlier thresholds, then demonstrates pandas and Seaborn plotting without deriving quartile calculations.
Examples
Uses small numeric Series, winter temperatures in three cities, taxi total amounts by month, and earnings by state.
What you can do after
Apply it via pandas or Seaborn to inspect distributions, identify plotted outliers, and compare numeric values across groups.

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Machine Learning for Tabular Data: XGBoost, Deep Learning, and AI

A graphical summary of a numeric distribution using quartiles, a median, and potential outliers.

How it is used
Uses distribution plots to inspect numeric data quality and compare features during exploratory data analysis.
How deep it goes
Explains quartiles, median, whiskers, IQR boundaries, outliers, and standardization, but does not develop statistical derivations.
Examples
Uses standardized Auto MPG features including mpg, displacement, horsepower, weight, and acceleration.
What you can do after
Diagnose potential collection or aggregation errors by spotting unusual distributions and outlying observations.

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D3.js in Action, Third Edition

A box plot is a statistical chart that summarizes a distribution using a box between the first and third quartiles, a median line, and whiskers extending toward the minimum and maximum values.

How it is used
Uses a compact chart to compare distributions while exposing quartiles and medians more directly than histograms.
How deep it goes
Explains statistical components and D3 construction through scales, SVG attributes, rectangles, median lines, and whiskers.
Examples
Uses United States data-visualization salaries, gender comparisons, overlaid salary circles, and configurable SVG box dimensions.
What you can do after
Build it from scratch in D3 by calculating distribution statistics and drawing their positions with SVG elements.

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Starting Data Analytics with Generative AI and Python

A box plot is a statistical chart that summarizes a numerical distribution using quartiles, a median, and potential extremes.

How it is used
Uses distribution visualization to detect data-quality problems, unusual values, and patterns before selecting analytical methods.
How deep it goes
Shows a practical plotting workflow and interpretation of outliers, but defers formal distribution tests and deeper statistical theory.
Examples
Uses review-answer response times, descriptive statistics, timestamp differences, histograms, and horizontal box plots.
What you can do after
Apply it via matplotlib to inspect numerical distributions and investigate potential outliers or trends.

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Advanced Algorithms and Data Structures

A boxplot is a statistical visualization that summarizes a distribution using quartiles, a median, and selected extreme-value markers.

How it is used
Uses distribution summaries to compare recorded running times across methods and branching factors.
How deep it goes
Defines quartiles, median, box, whiskers, and outliers, but does not develop their statistical computation.
Examples
Compares Huffman encoding running-time distributions for methods and heap branching factors.
What you can do after
Evaluate distribution spread and central tendency when comparing measured algorithm running times.

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Related concepts

These guides are generated from the text of Manning books by Manning's knowledge graph and link to the sections they draw on. The full books are available on liveBook and at manning.com.